write sin thetha in term of cos thetha
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Answer:
Step-by-step explanation:
We know a formula
Sin²theta +cos²theta=1
So sin²theta=1-cos²theta
Sin theta =√1-cos²theta
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Answered by
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By trigonometric identity we know that
➡sin²Φ + cos²Φ =1
Transpose cos²Φ to the other side :
➡sin²Φ =1- cos²Φ
Take square root both sides and we get
➡SinΦ = √1 - Cos²¤
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